Engineering Economic Analysis
Engineering Economic Analysis
13th Edition
ISBN: 9780190296902
Author: Donald G. Newnan, Ted G. Eschenbach, Jerome P. Lavelle
Publisher: Oxford University Press
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Chapter 1, Problem 19P
To determine

(a)

The correct economic criteria for- The engineering school held a raffle of a car with tickets selling for 50c each or three for $1. When the students were selling tickets, they noted that many people had trouble deciding whether to buy one or three tickets. This indicates the buyers’ criterion was _____.

To determine

(b)

A student organization bought a soft-drink machine for use in a student area. There was considerable discussion over whether they should set the machine to charge 50c, 75c, or $1 per drink. The organization recognized that the number of soft drinks sold would depend on the price charged. Eventually the decision was made to charge 75 c. Their criterion was _____.

To determine

(c)

In many cities, grocery stores find that their sales are much greater on days when they have advertised their special bargains. However, the advertised special prices do not appear to increase the total physical volume of groceries sold by a store. This leads us to conclude that many shoppers’ criterion is ______.

To determine

(d)

A recently graduated engineer has decided to return to school in the evenings to obtain a master’s degree. He feels it should be accomplished in a manner that will allow him the maximum amount of time for his regular day job plus time for recreation. In working for the degree, he will _____.

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16:10 ← BEC 3701 - Assignments-... KWAME NKRUMAH UNIVERSITY TEACHING FOR EXCELLENCE SCHOOL OF BUSINESS STUDIES DEPARTMENT OF ECONOMICS AND FINANCE ADVANCED MICRO-ECONOMICS (BEC 3701) Assignments INSTRUCTIONS: Check instructions below: LTE 1) Let u(q1,q2) = ln q₁ + q2 be the (direct) utility function, where q₁ and q2the two goods. Denote P₁ and P2 as the prices of those two goods and let M be per period money income. Derive each of the following: a) the ordinary or Marshallian demand functions q₁ = d₂ (P₁, P₂, M) for i = 1,2 [3 Marks] b) the compensated or Hicksian demand functions q₁ = h₂ (P₁, P2, M) for i = 1,2 [3 Marks] c) the Indirect Utility Function uº = v(P₁, P2, M) [3 Marks] d) the Expenditure Function E(P1, P2, U°) [3 Marks] e) Draw a diagram of the solution. There should be two graphs, one above the other; the first containing the indifference curves and budget constraint that characterize the solution to the consumer's choice problem; the second characterizing the demand…
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